设计一种可测试的QCA实现保守逻辑门的新方法

Kunal Das, D. De
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引用次数: 26

摘要

在低功耗纳米计算时代,可逆和保守逻辑门设计成为一个重要的研究领域。随着可逆逻辑设计研究的深入,本文提出了一种利用3×3瓦片纳米结构设计保守逻辑门(CLG)的新方法。另一方面,由于3×3瓷砖具有多种用途,对其研究也取得了丰硕的成果。这是一种新型的纳米结构,用于实现CLG。CLG的基本原理是在输入和输出中都保持奇偶性。在这里,我们应用3×3正交MV来实现逻辑,交叉线是在3×3基线贴图的帮助下实现的。本设计的主要优点是只需要一个层的数量。还证明了所提出的设计提供了更少的数量的QCA单元以及更少的面积和更少的时钟区,然后现有的对应物。我们还分析了使用我们提出的门的逻辑合成。在这里,我们也发现了一个有效的和有希望的结果,并优于所有现有的同行。我们通过输入和输出的行为方法证明了所提出的CLG的可测试性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Novel approach to design a testable conservative logic gate for QCA implementation
In the Low power Nanocomputing era, Reversible and Conservative logic gate design is emerging as an important area of research. In this paper, we present a Novel approach to design conservative logic gate (CLG) using 3×3 tile nanostructure, as reversible logic design research gets amplitude. On the other hand study of 3×3 tile make fruitful result as it have diverse application, mentioned in this paper. It is a Novel nanostructure that is applied here to implement CLG. The basic principle of CLG is Parity preserving in both input as well as output. Here we applied 3×3 orthogonal MV to implement the logic and Cross wire is implemented with the help of 3×3 Baseline tile. The main advantage of this design we achieve that the numbers of Layer required only one. It also been demonstrated that the proposed design offers less numbers of QCA cell as well as less area and less clocking zones then the existing counterparts. We also analyzed the logic synthesis using our proposed gate. Here, we also found an effective and promising result and excels all existing counterparts. We demonstrate the testability of proposed CLG by means of behavioral approach of both inputs and outputs.
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